求解微分方程 [tex=5.857x1.357]rjzw0bBUODiY66l+Mq83xHgA/Fzns+dVRKe7mm6kDKyyohlQ/OcqkXP0IQbJw1tB[/tex]
举一反三
- 求解下列做分方程及微分方程组[tex=21.714x1.571]rjzw0bBUODiY66l+Mq83xHgA/Fzns+dVRKe7mm6kDKw0u4R5kKHuNbZ1IowDeHr5+tn2tUHxBh9SGwyq1nFXOytBrfy6Vd9yTpnkySR8hXLW7JxbqLewguLP6yfzuuypp7BafPEl5nDr5HGQtu/Bfg==[/tex]
- 求解下列做分方程及微分方程组 [tex=16.929x1.5]clyKnS5kWw5CHaghPVuPCFODz7Uc6XOKSP8uP+dBOkRovLosDRuiSp7ZevD6WPlPgZv6HFesQMyghP8KawHa9A==[/tex]
- 研究微分方程[tex=7.714x1.429]rjzw0bBUODiY66l+Mq83xHgA/Fzns+dVRKe7mm6kDKz4HG1WrqtfX4dS/qoBsCQtx3ZmLf9JZYPxOn0VD0VtHQ==[/tex]的通解的形式，其中[tex=0.571x0.786]HXNXn3AXpwdIpZt8+6oCEw==[/tex]为实数.
- int x = 1， y =6； A: x = 6 y = 0 B: x = 7 y = 0 C: x = 6 y = -1 D: x = 7 y = -1 E: Compilation fails.
- 用幂级数解法求解方程 [tex=6.071x1.429]7/NebOJ+accrjPN+Co+D9eABCZdXJA+HGPdiTwzfWgQ=[/tex]